Sudoku false positive (wrong move)

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I'm new to sodoku puzzles.
I tried solving the one above but my last move was flagged as a wrong move(highlighted red).
I believe it is a false positive since the "6"(highlighted red) I inserted is unique on the rows and columns as well as within the small square.
Can someone justify this for me?










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up vote
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enter image description here
I'm new to sodoku puzzles.
I tried solving the one above but my last move was flagged as a wrong move(highlighted red).
I believe it is a false positive since the "6"(highlighted red) I inserted is unique on the rows and columns as well as within the small square.
Can someone justify this for me?










share|improve this question







New contributor




Emmanuel Adu Gyamfi is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.















  • 2




    Welcome to Puzzle.SE! You can earn a badge by checking out puzzling.stackexchange.com/tour
    – Dorrulf
    1 hour ago












up vote
3
down vote

favorite









up vote
3
down vote

favorite











enter image description here
I'm new to sodoku puzzles.
I tried solving the one above but my last move was flagged as a wrong move(highlighted red).
I believe it is a false positive since the "6"(highlighted red) I inserted is unique on the rows and columns as well as within the small square.
Can someone justify this for me?










share|improve this question







New contributor




Emmanuel Adu Gyamfi is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.











enter image description here
I'm new to sodoku puzzles.
I tried solving the one above but my last move was flagged as a wrong move(highlighted red).
I believe it is a false positive since the "6"(highlighted red) I inserted is unique on the rows and columns as well as within the small square.
Can someone justify this for me?







sudoku






share|improve this question







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Emmanuel Adu Gyamfi is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.











share|improve this question







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Emmanuel Adu Gyamfi is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.









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share|improve this question






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Check out our Code of Conduct.









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Emmanuel Adu Gyamfi

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New contributor





Emmanuel Adu Gyamfi is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.






Emmanuel Adu Gyamfi is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.







  • 2




    Welcome to Puzzle.SE! You can earn a badge by checking out puzzling.stackexchange.com/tour
    – Dorrulf
    1 hour ago












  • 2




    Welcome to Puzzle.SE! You can earn a badge by checking out puzzling.stackexchange.com/tour
    – Dorrulf
    1 hour ago







2




2




Welcome to Puzzle.SE! You can earn a badge by checking out puzzling.stackexchange.com/tour
– Dorrulf
1 hour ago




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– Dorrulf
1 hour ago










3 Answers
3






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up vote
3
down vote













Based on the current values above, within the center set, 6 can only be placed in either the right center or right bottom locations. However, you are not far along enough to 100% determine which of those two locations are correct yet. Rather, through elimination and evaluation both are still feasible. Based on the fact that the application flagged the right center location, once you are far enough along it is likely that the right bottom location will be determinable as the correct placement.



Hope this helps!



If you'd like me to explain why the right bottom location is still valid for 6, let me know.




@ABcDexter made me realize something I forgot to mention, so I'll elaborate on what they stated. Maybe you already are aware but I'll mention it just in case: Just because a number looks like it can go there at the time, does not mean it will in the end. Remember, there is only 1 solution to any properly given Sudoku puzzle, meaning you must be certain (or have a lucky guess) as to where a number will be placed.






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  • Yes, uniqueness is an important property of grid-based puzzles :)
    – ABcDexter
    1 hour ago

















up vote
2
down vote













If you solve the middle blocks, then something like this comes up which eliminate the $6$ from the cell you just entered.



slightly solved




Also, as Dorrulf mentioned, there are two possibilities for 6 in that 3x3 block and you need to be absolutely certain before putting a number in the cell.






share|improve this answer



























    up vote
    2
    down vote













    Others have already said this, but I'll try to put it in as clear words as possible:



    When solving Sudoku puzzles, you don't put the numbers where they might be, you only put them where they must certainly be. Deduce, eliminate possibilities, find restrictions on options, but only when you are certain, put the number in.



    Or even more clearly: You never have to guess in sudoku.



    (Unless you are playing some ultra-hard otherwise unsolvable difficulty levels.)



    Happy sudokuing!






    share|improve this answer




















      Your Answer





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      3 Answers
      3






      active

      oldest

      votes








      3 Answers
      3






      active

      oldest

      votes









      active

      oldest

      votes






      active

      oldest

      votes








      up vote
      3
      down vote













      Based on the current values above, within the center set, 6 can only be placed in either the right center or right bottom locations. However, you are not far along enough to 100% determine which of those two locations are correct yet. Rather, through elimination and evaluation both are still feasible. Based on the fact that the application flagged the right center location, once you are far enough along it is likely that the right bottom location will be determinable as the correct placement.



      Hope this helps!



      If you'd like me to explain why the right bottom location is still valid for 6, let me know.




      @ABcDexter made me realize something I forgot to mention, so I'll elaborate on what they stated. Maybe you already are aware but I'll mention it just in case: Just because a number looks like it can go there at the time, does not mean it will in the end. Remember, there is only 1 solution to any properly given Sudoku puzzle, meaning you must be certain (or have a lucky guess) as to where a number will be placed.






      share|improve this answer






















      • Yes, uniqueness is an important property of grid-based puzzles :)
        – ABcDexter
        1 hour ago














      up vote
      3
      down vote













      Based on the current values above, within the center set, 6 can only be placed in either the right center or right bottom locations. However, you are not far along enough to 100% determine which of those two locations are correct yet. Rather, through elimination and evaluation both are still feasible. Based on the fact that the application flagged the right center location, once you are far enough along it is likely that the right bottom location will be determinable as the correct placement.



      Hope this helps!



      If you'd like me to explain why the right bottom location is still valid for 6, let me know.




      @ABcDexter made me realize something I forgot to mention, so I'll elaborate on what they stated. Maybe you already are aware but I'll mention it just in case: Just because a number looks like it can go there at the time, does not mean it will in the end. Remember, there is only 1 solution to any properly given Sudoku puzzle, meaning you must be certain (or have a lucky guess) as to where a number will be placed.






      share|improve this answer






















      • Yes, uniqueness is an important property of grid-based puzzles :)
        – ABcDexter
        1 hour ago












      up vote
      3
      down vote










      up vote
      3
      down vote









      Based on the current values above, within the center set, 6 can only be placed in either the right center or right bottom locations. However, you are not far along enough to 100% determine which of those two locations are correct yet. Rather, through elimination and evaluation both are still feasible. Based on the fact that the application flagged the right center location, once you are far enough along it is likely that the right bottom location will be determinable as the correct placement.



      Hope this helps!



      If you'd like me to explain why the right bottom location is still valid for 6, let me know.




      @ABcDexter made me realize something I forgot to mention, so I'll elaborate on what they stated. Maybe you already are aware but I'll mention it just in case: Just because a number looks like it can go there at the time, does not mean it will in the end. Remember, there is only 1 solution to any properly given Sudoku puzzle, meaning you must be certain (or have a lucky guess) as to where a number will be placed.






      share|improve this answer














      Based on the current values above, within the center set, 6 can only be placed in either the right center or right bottom locations. However, you are not far along enough to 100% determine which of those two locations are correct yet. Rather, through elimination and evaluation both are still feasible. Based on the fact that the application flagged the right center location, once you are far enough along it is likely that the right bottom location will be determinable as the correct placement.



      Hope this helps!



      If you'd like me to explain why the right bottom location is still valid for 6, let me know.




      @ABcDexter made me realize something I forgot to mention, so I'll elaborate on what they stated. Maybe you already are aware but I'll mention it just in case: Just because a number looks like it can go there at the time, does not mean it will in the end. Remember, there is only 1 solution to any properly given Sudoku puzzle, meaning you must be certain (or have a lucky guess) as to where a number will be placed.







      share|improve this answer














      share|improve this answer



      share|improve this answer








      edited 1 hour ago

























      answered 1 hour ago









      Dorrulf

      8415




      8415











      • Yes, uniqueness is an important property of grid-based puzzles :)
        – ABcDexter
        1 hour ago
















      • Yes, uniqueness is an important property of grid-based puzzles :)
        – ABcDexter
        1 hour ago















      Yes, uniqueness is an important property of grid-based puzzles :)
      – ABcDexter
      1 hour ago




      Yes, uniqueness is an important property of grid-based puzzles :)
      – ABcDexter
      1 hour ago










      up vote
      2
      down vote













      If you solve the middle blocks, then something like this comes up which eliminate the $6$ from the cell you just entered.



      slightly solved




      Also, as Dorrulf mentioned, there are two possibilities for 6 in that 3x3 block and you need to be absolutely certain before putting a number in the cell.






      share|improve this answer
























        up vote
        2
        down vote













        If you solve the middle blocks, then something like this comes up which eliminate the $6$ from the cell you just entered.



        slightly solved




        Also, as Dorrulf mentioned, there are two possibilities for 6 in that 3x3 block and you need to be absolutely certain before putting a number in the cell.






        share|improve this answer






















          up vote
          2
          down vote










          up vote
          2
          down vote









          If you solve the middle blocks, then something like this comes up which eliminate the $6$ from the cell you just entered.



          slightly solved




          Also, as Dorrulf mentioned, there are two possibilities for 6 in that 3x3 block and you need to be absolutely certain before putting a number in the cell.






          share|improve this answer












          If you solve the middle blocks, then something like this comes up which eliminate the $6$ from the cell you just entered.



          slightly solved




          Also, as Dorrulf mentioned, there are two possibilities for 6 in that 3x3 block and you need to be absolutely certain before putting a number in the cell.







          share|improve this answer












          share|improve this answer



          share|improve this answer










          answered 1 hour ago









          ABcDexter

          4,93633073




          4,93633073




















              up vote
              2
              down vote













              Others have already said this, but I'll try to put it in as clear words as possible:



              When solving Sudoku puzzles, you don't put the numbers where they might be, you only put them where they must certainly be. Deduce, eliminate possibilities, find restrictions on options, but only when you are certain, put the number in.



              Or even more clearly: You never have to guess in sudoku.



              (Unless you are playing some ultra-hard otherwise unsolvable difficulty levels.)



              Happy sudokuing!






              share|improve this answer
























                up vote
                2
                down vote













                Others have already said this, but I'll try to put it in as clear words as possible:



                When solving Sudoku puzzles, you don't put the numbers where they might be, you only put them where they must certainly be. Deduce, eliminate possibilities, find restrictions on options, but only when you are certain, put the number in.



                Or even more clearly: You never have to guess in sudoku.



                (Unless you are playing some ultra-hard otherwise unsolvable difficulty levels.)



                Happy sudokuing!






                share|improve this answer






















                  up vote
                  2
                  down vote










                  up vote
                  2
                  down vote









                  Others have already said this, but I'll try to put it in as clear words as possible:



                  When solving Sudoku puzzles, you don't put the numbers where they might be, you only put them where they must certainly be. Deduce, eliminate possibilities, find restrictions on options, but only when you are certain, put the number in.



                  Or even more clearly: You never have to guess in sudoku.



                  (Unless you are playing some ultra-hard otherwise unsolvable difficulty levels.)



                  Happy sudokuing!






                  share|improve this answer












                  Others have already said this, but I'll try to put it in as clear words as possible:



                  When solving Sudoku puzzles, you don't put the numbers where they might be, you only put them where they must certainly be. Deduce, eliminate possibilities, find restrictions on options, but only when you are certain, put the number in.



                  Or even more clearly: You never have to guess in sudoku.



                  (Unless you are playing some ultra-hard otherwise unsolvable difficulty levels.)



                  Happy sudokuing!







                  share|improve this answer












                  share|improve this answer



                  share|improve this answer










                  answered 35 mins ago









                  Bass

                  25.3k461161




                  25.3k461161




















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